Definition of Hypersurfaces

1. Noun. (plural of hypersurface) ¹

¹ Source: wiktionary.com

Definition of Hypersurfaces

1. hypersurface [n] - See also: hypersurface

Hypersurfaces Pictures

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Lexicographical Neighbors of Hypersurfaces

hypersthenic
hypersthenuria
hyperstimulate
hyperstimulated
hyperstimulates
hyperstimulating
hyperstimulation
hyperstimulus
hyperstoichiometric
hyperstress
hyperstresses
hyperstructural
hyperstructure
hyperstructures
hypersurface
hypersurfaces (current term)
hypersusceptibilities
hypersusceptibility
hypersusceptible
hypersymmetrical
hypersymmetry
hypersystole
hypersystolic
hypertalented
hypertask
hypertasks
hypertax
hypertaxes
hypertechnical
hypertelescope

Literary usage of Hypersurfaces

Below you will find example usage of this term as found in modern and/or classical literature:

1. The Cambridge Colloquium 1916 by Griffith Conrad Evans, Oswald Veblen (1918)
"Functionals of Surfaces and hypersurfaces. The main elements of the theory of functional have been generalized by Volterra to apply to functional of ..."

2. Statistics and Science: A Festschrift for Terry Speed by T. P. Speed, Darlene Renee Goldstein (2003)
"... on the Simplex from Brownian Motions on hypersurfaces Steven N. Evans Abstract The (n - 1)-dimensional simplex is the collection of probability measures ..."

3. Colloquium Lectures by American Mathematical Society (1918)
"Functional of Surfaces and hypersurfaces. The main elements of the theory of functionals have been generalized by Volterra to apply to functionals of ..."

4. Higher Geometry: An Introduction to Advanced Methods in Analytic Geometry by Frederick Shenstone Woods (1922)
"hypersurfaces of second order. Consider the equation 5X^=0 O«=«,*) (1) in the homogeneous coordinates of a four-dimensional space in which no hyperplane is ..."

5. Bulletin of the National Research Council by National Research Council (U.S.) (1921)
"We draw the hypersurfaces corresponding to the values of the constant: gi = o, h, ... How these hypersurfaces are to be found will depend upon the dynamical ..."

6. A Treatise on the Integral Calculus: With Applications, Examples, and Problems by Joseph Edwards (1922)
"hypersurfaces of the Second Order. IX. Projective Classification of hypersurfaces of the Second Order. X. Projective Properties of hypersurfaces of the ..."

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